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[WEI] Extreme test with full buses and quality constraints
Signed-off-by: Yohann D'ANELLO <ynerant@crans.org>
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@ -53,7 +53,8 @@ class WEIBusInformation:
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def free_seats(self, surveys: List["WEISurvey"] = None):
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def free_seats(self, surveys: List["WEISurvey"] = None):
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size = self.bus.size
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size = self.bus.size
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already_occupied = WEIMembership.objects.filter(bus=self.bus).count()
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already_occupied = WEIMembership.objects.filter(bus=self.bus).count()
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valid_surveys = sum(1 for survey in surveys if survey.information.valid) if surveys else 0
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valid_surveys = sum(1 for survey in surveys if survey.information.valid
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and survey.information.get_selected_bus() == self.bus) if surveys else 0
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return size - already_occupied - valid_surveys
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return size - already_occupied - valid_surveys
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def has_free_seats(self, surveys=None):
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def has_free_seats(self, surveys=None):
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@ -190,6 +190,9 @@ class WEISurveyAlgorithm2021(WEISurveyAlgorithm):
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# If it does not exist, choose the next bus.
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# If it does not exist, choose the next bus.
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least_preferred_survey.free()
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least_preferred_survey.free()
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least_preferred_survey.save()
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least_preferred_survey.save()
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free_surveys.append(least_preferred_survey)
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survey.select_bus(bus)
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survey.select_bus(bus)
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survey.save()
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survey.save()
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break
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break
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else:
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raise ValueError(f"User {survey.registration.user} has no free seat")
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@ -1,3 +1,4 @@
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import math
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import random
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import random
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from django.contrib.auth.models import User
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from django.contrib.auth.models import User
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@ -26,7 +27,7 @@ class TestWEIAlgorithm(TestCase):
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self.buses = []
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self.buses = []
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for i in range(10):
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for i in range(10):
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bus = Bus.objects.create(wei=self.wei, name=f"Bus {i}", size=50)
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bus = Bus.objects.create(wei=self.wei, name=f"Bus {i}", size=10)
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self.buses.append(bus)
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self.buses.append(bus)
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information = WEIBusInformation2021(bus)
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information = WEIBusInformation2021(bus)
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for word in WORDS:
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for word in WORDS:
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@ -39,7 +40,7 @@ class TestWEIAlgorithm(TestCase):
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There are only a few people in each bus, ensure that each person has its best bus
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There are only a few people in each bus, ensure that each person has its best bus
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"""
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"""
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# Add a few users
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# Add a few users
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for i in range(50):
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for i in range(10):
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user = User.objects.create(username=f"user{i}")
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user = User.objects.create(username=f"user{i}")
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registration = WEIRegistration.objects.create(
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registration = WEIRegistration.objects.create(
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user=user,
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user=user,
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@ -63,3 +64,44 @@ class TestWEIAlgorithm(TestCase):
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preferred_bus = survey.ordered_buses()[0][0]
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preferred_bus = survey.ordered_buses()[0][0]
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chosen_bus = survey.information.get_selected_bus()
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chosen_bus = survey.information.get_selected_bus()
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self.assertEqual(preferred_bus, chosen_bus)
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self.assertEqual(preferred_bus, chosen_bus)
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def test_survey_algorithm_full(self):
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"""
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Buses are full of first year people, ensure that they are happy
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"""
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# Add a lot of users
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for i in range(95):
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user = User.objects.create(username=f"user{i}")
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registration = WEIRegistration.objects.create(
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user=user,
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wei=self.wei,
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first_year=True,
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birth_date='2000-01-01',
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)
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information = WEISurveyInformation2021(registration)
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for j in range(1, 21):
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setattr(information, f'word{j}', random.choice(WORDS))
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information.step = 20
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information.save(registration)
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registration.save()
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# Run algorithm
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WEISurvey2021.get_algorithm_class()().run_algorithm()
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penalty = 0
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# Ensure that everyone seems to be happy
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# We attribute a penalty for each user that didn't have its first choice
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# The penalty is the square of the distance between the score of the preferred bus
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# and the score of the attributed bus
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# We consider it acceptable if the mean of this distance is lower than 5 %
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for r in WEIRegistration.objects.filter(wei=self.wei).all():
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survey = WEISurvey2021(r)
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chosen_bus = survey.information.get_selected_bus()
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buses = survey.ordered_buses()
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score = min(v for bus, v in buses if bus == chosen_bus)
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max_score = buses[0][1]
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penalty += (max_score - score) ** 2
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self.assertLessEqual(max_score - score, 20) # Always less than 20 % of tolerance
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self.assertLessEqual(penalty / 100, 25) # Tolerance of 5 %
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